| Scilab Functions | Matlab Functions | C++ Functions | Description | 
| Solve 
          Bezout equation: P=AS0Hs+BR0Hr | |||
| z 
          transform: F(s) -> F(z) with zero order hold (zoh) 
           | |||
| Compute discrete time 2nd order from the natural frequancy 
          and damping of a continuous time 2nd order | |||
| Compute 
          natural frequency and damping of a continuous time 2nd order from the 
          rise time and the overshoot | |||
| Solve 
          predictor equation | |||
| Compute 
          Nyquist plot | |||
| Compute 
          a narrow band resonant filter (zeros/poles) | |||
| Design of digital controllers by pole placement with 
          sensitivity shaping | |||
| Complexity 
          estimation using least squares criterion | |||
| Complexity 
          estimation using an instrumental variable | |||
| Non 
          recursive least squares | |||
| Recursive 
          least squares | |||
| Extended 
          least squares(recursive) | |||
| Output 
          error (recursive) | |||
| Output 
          error with filtered observations | |||
| Output error with adaptive filtering 
          of the observations | |||
| Output 
          error with extended predicition model | |||
| Instrumental 
          variable with auxiliary model | |||
| U-D 
          factorized recursive least squares | |||
| Open 
          loop model validation | |||
| Closed 
          loop identification toolbox | |||
| Controller 
          reduction toolbox | |||
| Pseudo random binary sequence generation | |||
| RST controller algorithm | 
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